symmetric pair in Vietnamese

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Sentence patterns related to "symmetric pair"

1. And a pair of indices i and j, U has symmetric and Antisymmetric parts defined as:

2. Non-symmetric

3. Non - symmetric

4. Antisymmetric and symmetric tensors

5. Antisymmetric and symmetric tensors

6. For a general tensor U with components U_{ijk\dots} and a pair of indices i and j, U has symmetric and Antisymmetric parts defined as:

7. Do you enjoy looking non- symmetric?

Anh thích vẻ ngoài không cân đối ư?

8. Antisymmetric and symmetric tensors

9. Any square matrix can uniquely be written as sum of a symmetric and a skew-symmetric matrix.

10. For a general tensor U with components [math]\displaystyle{ U_{ijk\dots} }[/math] and a pair of indices i and j, U has symmetric and Antisymmetric parts defined as:

11. Axisymmetric definition, symmetric about an axis

12. We call a Bilinear space symmetric, skew-symmetric, or alternating when the chosen Bilinear form has that corresponding property

13. They are symmetric; they are equal triangles.

14. Matrices for reflexive, symmetric and Antisymmetric relations

15. Symmetric is a related term of Antisymmetric

16. In order to bias the signal detector the differential pair is operated asymmetric with respect to the DC voltage but the circuit maintains a symmetric AC response to the signal detector current input.

17. As we go from the positive side -- these are actually symmetric, although I didn't draw it that symmetric -- it also approaches infinity.

18. A symmetric Airfoil will also have a just camber of zero

19. Terminations for steel wire ropes — Safety — Part 7: Symmetric wedge socket

20. The Frank Copula is the only symmetric Archimedean Copula

21. The dot product vwon Rnis a symmetric Bilinear form

22. Isocanted Alcoved polytopes are centrally symmetric, almost simple cubical polytopes

23. Isocanted Alcoved polytopes are centrally symmetric, almost simple cubical polytopes

24. Isocanted Alcoved polytopes are centrally symmetric, almost simple cubical polytopes

25. As special forms of matrixes, symmetric and anti-symmetric matrix plays a key role not only in the theory of matrix but also in actual application.